List of Talks ( Eiichi NAKAI ) Ɛшꗗ uXg ( p )

1. RNu*, p, Generalized fractional integral operators on Campanato spaces and their bi-preduals, {wN ICJ, ʑw, 2022 N 3 28 -- 3 31 i 3 j

2. RNu*, p, Compact commutators of integral operators with functions on Orlicz-Morrey spaces, ͊wV|WE2021 (Zoom), ICJ, 2021N 10 30 -- 31 i 1 j

3. p, Orlicz-Morrey Ԃɂ (mp4), 64 _V|WE (Zoom), ICJ, 2021 N 10 29 -- 31 i 1 j

4. JJN, p, 喖x, Ώ̃}RtQɊÂʉׂϕpf, {wHGȉ (Abstract), tw, 2021 N 9 14 -- 9 17 i 3 j

5. 쐟*, p, Weighted boundedness of the Hardy-Littlewood maximal operator on Orlicz-Morrey and weak Orlicz-Morrey spaces, {wHGȉ (Zoom), tw, 2021 N 9 14 -- 9 17 i 3 j

6. Eiichi Nakai, Integral operators on Orlicz-Morrey and weak Orlicz-Morrey spaces (YouTube), Modern Methods, Problems and Applications of Operator Theory and Harmonic Analysis X (Teams), Rostov-on-Don, Russia, August 23--26, 2021, (the second day).

7. Eiichi Nakai, Operators on function spaces and their weak versions, The 8th East Asian Conference in Harmonic Analysis and Applications (Zoom), Nagoya University, Japan, August 18--20, 2021, (the second day).

8. Eiichi Nakai, Integral operators on Orlicz-Morrey spaces, 13th ISAAC Congress (Zoom), Session 10 Operator Theory and Harmonic Analysis, Ghent, Belgium, August 2--6, 2021, (the third day).

9. 쐟*, p, Calderón-Zygmund operators on Orlicz-Morrey and weak Orlicz-Morrey spaces, {wN (Zoom), cmw, 2021 N 3 15 -- 3 18 i 3 j

10. 쐟, p, Ζ*, Generalized fractional integral and maximal operators on Orlicz-Morrey and weak Orlicz-Morrey spaces, {wHGȉ (Zoom), F{w, 2020 N 9 22 -- 9 25 i 3 j

11. Ζ*, V䗴Y, p, Commutators of Calderón-Zygmund and generalized fractional integral operators with functions in generalized Campanato spaces on Orlicz-Morrey spaces, {wN (Zoom), {w, 2020 N 3 16 -- 3 19 i 3 j

12. 쐟*, p, Generalized fractional integral operators on weak Orlicz spaces, {wN (Zoom), {w, 2020 N 3 16 -- 3 19 i 3 j

13. p, Pointwise multipliers and generalized Campanato spaces with variable growth condition III, Wu֐Ԙ_Ƃ̎Ӂv\ j, sw ͌, 2019 N 12 9 -- 12 11 i 3 j

14. p, Pointwise multipliers and generalized Campanato spaces with variable growth condition II, Wu֐Ԙ_Ƃ̎Ӂv\ j, sw ͌, 2019 N 12 9 -- 12 11 i 2 j

15. p, Pointwise multipliers and generalized Campanato spaces with variable growth condition I, Wu֐Ԙ_Ƃ̎Ӂv\ j, sw ͌, 2019 N 12 9 -- 12 11 i 1 j

16. Ζ*, V䗴Y, p, Commutators on Orlicz-Morrey spaces, ͊wV|WE2019, BHƑw˔LpX, 2019N 10 25 -- 27 i 1 j

17. Eiichi Nakai, A relation of multiple Fourier series and Gauss's circle problems, International Conference on Function Spaces and Geometric Analysis and Their Applications, September 30 -- October 4, 2019, Nankai University, Tianjin, China.

18. V䗴Y*, p, 喖x, Commutators of fractonal integrals on martingale Orlicz Spaces, {wHGȉ, w, 2019 N 9 17 -- 9 20 i 3 j

19. 쐟 *, p, A characterization of pointwise multipliers on weak Morrey spaces, {wHGȉ, w, 2019 N 9 17 -- 9 20 i 3 j

20. Ζ*, p, Sharp maximal function and Orlicz-Morrey spaces, {wHGȉ, w, 2019 N 9 17 -- 9 20 i 3 j

21. Eiichi Nakai, Multiple Fourier series and lattice point problems, The 7th East Asian Conference in Harmonic Analysis and Applications, August 5--9, 2019, Chung-Ang University, Seoul, Korea.

22. qؖΕF, p*, ϐt[GƃKEX̉~, {wN, HƑw, 2019 N 3 17 -- 3 20 i 3 j

23. 쐟*, p, Pointwise multipliers on weak Morrey spaces, {wN, HƑw, 2019 N 3 17 -- 3 20 i 3 j

24. Ζ*, V䗴Y, p, Generalized fractional maximal operators on Orlicz-Morrey spaces, {wN, HƑw, 2019 N 3 17 -- 3 20 i 3 j

25. V䗴Y, p, An extension of the characterization of CMO and its application to compact commutators on Morrey spaces, {wN, HƑw, 2019 N 3 17 -- 3 20 i 3 j

26. V䗴Y*, p, 喖x, Fractional integrals and their commutators on martingale Orlicz spaces, Wu֐Ԃ̈ʉƂ̎Ӂv\ j, sw ͌, 2018 N 11 26 -- 11 28 i 1 j

27. Ζ*, p, Generalized fractional maximal operators on Orlicz spaces, ͊wV|WE2018, ㋳wVLpX, 2018N 10 26 -- 28 i 2 j

28. V䗴Y*, p, Compact commutators on generalized Morrey spaces, ͊wV|WE2018, ㋳wVLpX, 2018N 10 26 -- 28 i 2 j

29. V䗴Y*, p, 喖x, Fractional integrals on martingale Orlicz spaces, {wHGȉ, Rw, 2018 N 9 24 -- 9 27 i 3 j

30. 쐟 *, p, Pointwise multipliers on weak Orlicz spaces, {wHGȉ, Rw, 2018 N 9 24 -- 9 27 i 3 j

31. Ζ*, V䗴Y, p, Campanato spaces and commutators of generalized fractional integral operators on Orlicz spaces, {wHGȉ, Rw, 2018 N 9 24 -- 9 27 i 3 j

32. Eiichi Nakai, Pointwise multipliers on BMO spaces with non-doubling measures, The 6th East Asian Conference in Harmonic Analysis and Applications, Osaka University (w), August 3--7, 2018 (The fifth day)

33. Eiichi Nakai, Generalized Campanato spaces with variable growth condition, RIMS Workshop on Harmonic Analysis and Nonlinear Partial Differential Equations (RIMSWua͂ƔΔv\ Gv), Research Institute for Mathematical Sciences, Kyoto University (sw͌), June 25 -- 27, 2018 (The second day)

34. Eiichi Nakai, Commutators of integral operators with functions in generalized Campanato spaces with variable growth condition, International Conference on Harmonic Analysis and Its Applications, Yanqi Lake Campus of University of Chinese Academy of Sciences, Beijing, China, June 15 -- 19, 2018 (The second day)

35. 喖x*, p, Commutators of fractional integrals on martingale Morrey spaces, {wN, wLpX, 2018 N 3 18 -- 3 21 i 3 j

36. Ζ*, p, Commutators of generalized fractional integral operators on Orlicz spaces, {wN, wLpX, 2018 N 3 18 -- 3 21 i 3 j

37. V䗴Y*, p, Compact commutators of Calderón-Zygmund and generalized fractional integral operators with a function in Campanato spaces on generalized Morrey spaces, {wN, wLpX, 2018 N 3 18 -- 3 21 i 3 j

38. V䗴Y*, p, Commutators of integral operators with a function in generalized Campanato spaces, Wu֐Ԃ̐[Ƃ̎Ӂv\ j, sw ͌, 2018 N 2 5 -- 2 8 i 4 j

39. p, Generalized fractional integrals on Orlicz spaces, RIMSWu֐Ԃ̐[Ƃ̎Ӂv\ j, sw ͌, 2018 N 2 5 -- 2 8 i 2 j

40. V䗴Y*, p, Commutators generated by generalized fractional integral operators and functions in Campanato spaces with variable growth condition, ͊wV|WE2017, ÉwRLpX, 2017N 11 10 -- 12 i 3 j

41. V䗴Y*, p, Commutators of Calderón-Zygmund and generalized fractional integral operators on generalized Morrey spaces with variable growth condition, {wHGȉ, Rw, 2017 N 9 11 -- 9 14 i 3 j

42. 喖x*, p, Characterizations of boundedness for generalized fractional integrals on martingale Morrey spaces, {wN, swLpX, 2017 N 3 24 -- 3 27 i 3 j

43. 喖x*, p, Fractional integrals on martingale spaces, Wu֐Ԃ̍\Ƃ̎Ӂv\ j, sw ͌, 2017 N 2 6 -- 2 9 i 4 j

44. p, Pointwise multipliers on Musielak-Orlicz-Morrey spaces, Wuʑ̑pIAv[v\ OYB, sw ͌, 2016 N 10 31 -- 11 2 i 2 j

45. p, Pointwise multipliers on Musielak-Orlicz spaces, ͊wV|WE2016, ޗǏqww, 2016N 10 21 -- 23 i 2 j

46. ؘa*, qؖΕF, p, ԏ, 4ɂt[Ga, {wHGȉ, ֐w, 2016 N 9 15 -- 9 18 i 3 j

47. ؘa*, qؖΕF, p, 4ɂ Kuratsubo ۂɂ, ͊wV|WE2015, MwKuLpX, 2015 N 10 23 -- 10 25 i 2 j

48. Denny Ivanal Hakim*, VÍG, p, Vector-valued inequalities for the Hardy-Littlewood maximal operator on generalized Orlicz-Morrey spaces, ͊wV|WE2015, MwKuLpX, 2015 N 10 23 -- 9 25 i 2 j

49. Denny Ivanal Hakim, p, VÍG*, Linear operators on generalized Morrey spaces, {wHGȉ, sYƑw, 2015 N 9 13 -- 9 16 i 3 j

50. Eiichi Nakai, Pointwise multipliers on several function spaces, The Fifth International Symposium on Banach and Function Spaces 2015, Kyushu Institute of Technology (BHƑw), September 2--6, 2015 ( 5 )

51. p, ]z*, Ǐ Morrey-Camapanto Ԃ̈ʉƕԗ_, {wN, wx͑LpXioeB^[j, 2015 N 3 21 -- 3 24 i 2 j

52. p, Function spaces with variable exponent, Wu֐͊w̌Ƃ̉pv, VwwLpXuƂ߂ƁvuA, 2015 N 1 29 -- 1 30 i 1 j

53. p, ]z*, $B_w^u(E)$-֐Ԃ̕Ԓ藝Ƃ̉p, ͊wV|WE2014, xRww, 2014 N 10 31 -- 11 2 i 3 j

54. ov, p, VÍG*, Wavelet characterization and modular inequalities for weighted Lebesgue spaces with variable exponent, {wHGȉ, LwLLpX, 2014 N 9 25 -- 9 28 i 3 j

55. p, ]z*, $B_w^u$ Ԃ̕Ԓ藝, ֐W, cww, 2014 N 9 18 -- 9 19 i 1 j

56. p, 喖x*, A characterization of BLO martingales, {wN, wK@wڔLpX, 2014 N 3 15 -- 3 18 i 3 j

57. Eiichi Nakai, Convergence and divergence of the multiple Fourier series, Seminar on Harmonic Analysis, Xiamen University, China, November 21, 2013.

58. Eiichi Nakai, Pointwise multipliers on BMO and generalized L^p spaces with variable exponent, Seminar on Harmonic Analysis, Xiamen University, China, November 19, 2013.

59. p, 喖x*, A note on BLO martingales, ͊wV|WE2013, Rww, 2013 N 11 2 -- 11 4 i 1 j

60. Shigehiko Kuratsubo and Eiichi Nakai*, The Gibbs-Wilbraham, Pinsky and the third phenomena for the multiple Fourier series, 1st East Asian Conference in Harmonic analysis and Applications, Seoul National University, Seoul, Korea, October 24--26, 2013 (October 26).

61. 喖x*, p, Maximal function on generalized martingale Lebesgue spaces with variable exponent, {wHGȉ, QwkLpX, 2013 N 9 24 -- 9 27 i 1 j

62. 喖x, p*, Pointwise multipliers on martingale Campanato spaces, {wHGȉ, QwkLpX, 2013 N 9 24 -- 9 27 i 1 j

63. Eiichi Nakai, Pointwise multipliers on BMO and related topics, Function spaces and their applications, Beijing Normal University (kt͑w), Beijing, China, August 21, 2013.

64. Eiichi Nakai, Generalized fractional integrals on Morrey spaces with variable exponent, Asian Mathematical Conference 2013, Busan Exhibition and Convention Center (BEXCO), Busan, Korea, June 30 -- July 4, 2013 (July 2).

65. p, Lebesgue and Morrey spaces with variable exponent, j̓Z~i[, kCw w 3 210, 2013 N 5 29

66. 喖x*, VÍG, p, Generalized Morrey-Campanato spaces of martingales, {wN, swgcLpX, 2013 N 3 20 -- 3 23 i 1 j

67. p, ϓwW֐ 3, a̓Z~i[, ww@Ȋw 123 , 2012 N 12 25 -- 12 27 i 3 j

68. p, ϓwW֐ 2, a̓Z~i[, ww@Ȋw 123 , 2012 N 12 25 -- 12 27 i 2 j

69. p, ϓwW֐ 1, a̓Z~i[, ww@Ȋw 123 , 2012 N 12 25 -- 12 27 i 1 j

70. Eiichi Nakai, Generalized fractional integrals of variable order, Harmonic Analysis and its Applications at Tokyo 2012, Tokyo Metropolitan University, November 16 -- 18, 2012

71. p, Weak type Morrey spaces with variable exponents, ͊wV|WE2012, ww, 2012 N 10 26 -- 10 28 i 2 j

72. 喖x*, p, VÍG, Generalized fractional integrals on martingale Morrey-Campanato spaces, ͊wV|WE2012, ww, 2012 N 10 26 -- 10 28 i 2 j

73. cO, p*, VÍG, N, Gagliardo-Nirenberg inequality for generalized Riesz potentials of functions in Musielak-Orlicz spaces, {wHGȉ, Bw, 2012 N 9 18 -- 21

74. Eiichi Nakai, Generalized Morrey spaces and generalized fractional integrals, International Symposium on Banach and Function Spaces 2012, Kyushu Institute of Technology, September 12--15, 2012.

75. Eiichi Nakai, Morrey spaces with variable exponent and variable growth condition, Wua͂ƔΔv\ {[, sw ͌, 2012 N 7 2 -- 4

76. Eiichi Nakai, Morrey-Campanato spaces, Symposium on harmonic analysis, Beijing Normal University (kt͑w), Beijing, China, May 21, 2012.

77. Eiichi Nakai, Very slowly increasing functions, Harmonic Analysis and its Applications, Beijing University of Aeronautics and Astronautics (kqqVw), Beijing, China, May 19, 2012.

78. Eiichi Nakai, Fractional integrals, Symposium on harmonic analysis, Beijing Normal University (kt͑w), Beijing, China, May 18, 2012.

79. L*, xY, p, Construction of slowly increasing functions, {wN, ȑw_yLpX, 2012 N 3 26 -- 29 i 4 j

80. ÒJNY, j, p*, VÍG, Integral operators on $B_{\sigma}$-Morrey-Campanato spaces, {wN, ȑw_yLpX, 2012 N 3 26 -- 29 i 4 j

81. 喖x*, p, Maximal function and fractional integrals on martingale Morrey-Campanato spaces {wN, ȑw_yLpX, 2012 N 3 26 -- 29 i 4 j

82. L*, xY, p, dݕt Hardy ̕s̐ɂ, {wN, ȑw_yLpX, 2012 N 3 26 -- 29 i 2 j 2011 N 11 28

83. 喖x*, p, Martingale Morrey-Campanato spaces and fractional integrals, ͊wV|WE2011, MBwLpX, 2011 N 10 4 -- 10 6 i 3 j

84. ÒJNY, j, p*, VÍG, $B^{\sigma}$-function spaces and sublinear operators, ͊wV|WE2011, MBwLpX, 2011 N 10 4 -- 10 6 i 1 j

85. cO, p, MY*, N, Maximal functions, Riesz potentials and Sobolev embeddings on Musielak-Orlicz-Morrey spaces of variable exponent in $R^N$, {wHGȉ, MBw{LpX, 2011 N 9 28 -- 10 1 i 3 j

86. 喖x*, {{Fu, p, Martingale Orlicz-Hardy spaces and Campanato spaces, {wHGȉ, MBw{LpX, 2011 N 9 28 -- 10 1 i 1 j

87. Eiichi Nakai and Yoshihiro Sawano*, Hardy spaces with variable exponents and generalized Campanato spaces, 8th International Conference on Function Spaces, Differential Operators, Nonlinear Analysis, Tabarz (Germany), September 18--24, 2011.

88. Yasuo Komori-Furuya, Katsuo Matsuoka, Eiichi Nakai* and Yoshihiro Sawano, $B^{\sigma}$-spaces and integral operators, 8th International Conference on Function Spaces, Differential Operators, Nonlinear Analysis, Tabarz (Germany), September 18--24, 2011.

89. ÒJNY, j, p*, VÍG, $B^{\sigma}$-function spaces, Wun[fB[ԂȂǂɊւŋ߂̌ɂāv, ww@Ȋw, 2011 N 9 10

90. 喖x*, {{Fu, p, Martingale Orlicz-Hardy spaces, {wN, cwHwp@, 2011 N 3 20 -- 23

91. Lech Maligranda, p*, Pointwise multipliers of Orlicz spaces, {wN, cwHwp@, 2011 N 3 20 -- 23

92. VÍG*, p, Hardy spaces with variable exponents, {wN, cwHwp@, 2011 N 3 20 -- 23

93. j*, p, Classical operators on $B^{p,\lambda}$ spaces with Morrey-Campanato norms, {wN, cwHwp@, 2011 N 3 20 -- 23

94. p, ϓw $L^p$ Ԃł Hardy-Littlewood maximal operator ̗LE, ͒a̓Z~i[, ㋳wVLpX قRK wZ~i[, 2011 N 3 3

95. j*, p, Singular integral operators and $B^{p,\lambda}$ with Morrey-Campanato norms, WuoibnԘ_̌Ƃ̎Ӂv\ ֓g, sw ͌, 2011 N 2 14 -- 16

96. p, 喖x*, Martingale Morrey-Campanato spaces, WuoibnԘ_̌Ƃ̎Ӂv\ ֓g, sw ͌, 2011 N 2 14 -- 16

97. Eiichi Nakai, $B^{\sigma}$-Morrey-Campanato spaces and fractional integral operators (joint work with Katsuo Matsuoka), A project in GCOE, Kyoto University, January 8--14, 2011

98. j*, p, On $B^{p,\lambda}$ spaces with Morrey-Campanato norms, ͊wV|WE2010, BHƑw, 2010 N 11 12 -- 14

99. {{Fu, p, 喖x*, Martingale Orlicz-Hardy spaces, ͊wV|WE2010, BHƑw, 2010 N 11 12 -- 14

100. p, VÍG*, Hardy spaces with variable exponents, ͊wV|WE2010, BHƑw, 2010 N 11 12 -- 14

101. j, p*, Riesz potentials on $B^{p,\lambda}$ with Morrey-Campanato norms, |eV_W, 啪w, 2010 N 11 5 -- 7

102. Haibo Lin, Yan Meng, p*, Dachun Yang, BMO, BLO and their localized spaces on doubling metric measure spaces, and, Lusin-area and $g_{\lambda}^*$ functions, {wHGȉ, Éw, 2010 N 9 22 -- 25

103. cO, p, MY*, @N, Hardy's inequality in Orlicz-Sobolev spaces of variable exponent, {wHGȉ, Éw, 2010 N 9 22 -- 25

104. p, Local BMO and BLO, BanachƎX̕Ƃ̌, RwHw 4 211 , 2010 N 6 26 -- 27

105. p, BMO and BLO, RoibnԃZ~i[, BHƑwHw 瓏 C-3A , 2010 N 4 24

106. p, Campanato spaces with variable growth conditions, {wN, cmwHw, 2010 N 3 24 -- 27

107. Eiichi Nakai* and Tsuyoshi Yoneda, Riesz transforms on generalized Hardy spaces with an application, International Conference on Harmonic Analysis and Approximation Theory, Beijing Normal University (kt͑w), November 20--23, 2009

108. p, Singular and fractional integral operators on generalized Campanato spaces, ͊wV|WE2009, 鐼w, 2009 N 10 23 -- 25

109. ؘa, qؖΕF, p*, jT, Vorono\"\i-Hardy's identity, the Gibbs-Wilbraham phenomenon, the Pinsky phenomenon and the third phenomenon, {wHGȉ, w, 2009 N 9 24 -- 27

110. p*, ēc, Generalized Campanato spaces and the uniqueness of nondecaying solutions for the Navier-Stokes equations, {wHGȉ, w, 2009 N 9 24 -- 27

111. Eiichi Nakai, Orlicz-Morrey spaces and their preduals, The 3rd International Symposium on Banach and Function Spaces 2009, Kyushu Institute of Technology, Kitakyushu, Japan, September 14--17, 2009

112. Eiichi Nakai, Orlicz-Morrey spaces, Symposium on function spaces and their applications, Beijing Normal University (kt͑w), August 26, 2009

113. Eiichi Nakai, Campanato spaces with variable growth conditions, Symposium on function spaces and their applications, Beijing Normal University (kt͑w), August 24, 2009

114. p, Singular and fractional integral operators on Campanato spaces with variable growth conditions, |eV_Z~i[, Lw, 2009 N 8 7

115. p*, ēc, Convergence of some truncated Riesz transforms on predual of generalized Campanato spaces and its application to a uniqueness theorem for nondecaying solutions of Navier-Stokes equations, Wuoibnԋyъ֐Ԙ_ɂ􉽊wI\̌Ƃ̉pv\ ֓g, sw ͌, 2009 N 5 20 -- 22

116. p, Singular and fractional integral operators on predual of Campanato spaces, {wN, wLpX, 2009 N 3 26 -- 29

117. Eiichi Nakai, Predual of Campanato spaces and Riesz potentials, Potential Theory and related Fields, February 16 -- 18, 2009, Research Institute for Mathematical Sciences, Kyoto University (RIMS)

118. p, Singular integrals on generalized Hardy spaces, ͊wV|WE2008, Rw, 2008 N 11 7 -- 9

119. Eiichi Nakai, A generalization of Hardy spaces by using atoms and fractional integrals, Harmonic Analysis and its Applications at Tokyo 2008, Tokyo Metropolitan University, October 10 -- 12, 2008.

120. cO, p*, MY, N, Boundedness of fractional integral operators on Morrey spaces and Sobolev embeddings for generalized Riesz potentials, {wHGȉ, HƑw, 2008 N 9 24 -- 27

121. Eiichi Nakai, A generalization of Hardy spaces and fractional integrals, International Workshop on Interpolation Theory, Function Spaces and Related Topics, Toledo (Spain), September 7 -- 13, 2008.

122. Eiichi Nakai, A generalization of Hardy spaces by using atoms, International Workshop on Function Spaces and Applications, Freyburg/Unstrut (Germany), July 6 -- 12, 2008.

123. p, A generalization of Hardy spaces on spaces of homogeneous type, Wuoibnԋyъ֐Ԙ_̍ŋ߂̐iWƂ̉pv\ ֓g, sw ͌, 2008 N 6 4 -- 6

124. p, Hardy spaces with variable exponent, ޗǏqwkb, ޗǏqww, 2008 N 5 29

125. Yoshihiro Mizuta, Eiichi Nakai*, Takao Ohno and Tetsu Shimomura, An elementary proof of Sobolev embeddings for Riesz potentials of functions in L^1 Morrey spaces, The Eleventh Conference on Real and Complex Analysis i؋ Ef̓Z~i[j, Hiroshima University, February 18--20, 2008.

126. p, $H^{p(\cdot)}$ and $\mathrm{Lip}_{\alpha(\cdot)}$, ͊wV|WE2007, ㋳w VLpX, 2007 N 10 19 -- 21

127. p, ʉ Morrey-Campanato Ԃ̑O΋, {wHGȉ, kwkLpX, 2007 N 9 21 -- 24

128. Eiichi Nakai, Preduals of generalized Morrey-Campanato spaces, Harmonic Analysis and its Applications at Sapporo 2007, Hokkaido University, September 2--4, 2007.

129. Eiichi Nakai, Preduals of Morrey-Campanato spaces, WuoibnԁA֐ԋyѕšƂ̉p (Banach spaces, function spaces, inequalities and their applications)v\ ֓g, sw ͌, 2007 N 6 6 -- 8

130. ēc*, p, f'(x) = 4f(2x) ̉̕\̍\, yт̐lvZɂ, {wN, ʑww, 2007 N 3 27 -- 30

131. Eiichi Nakai and Tsuyoshi Yoneda*, Construction of solutions for the functional-differential equation $f'(x) = a f(\lambda x)$, $\lambda>1$, Harmonic Analysis and its Applications at Tokyo, Tokyo Woman's Christian University, March 24--26, 2007.

132. Eiichi Nakai, The Hardy-Littlewood maximal operator and singular integral operators on Orlicz-Morrey spaces, The Tenth Conference on Real and Complex Analysis i؋ Ef̓Z~i[j, Hiroshima University, November 2--4, 2006.

133. ؘa*, qؖΕF, p, ֐ɂ鑽ϐt[G̊e_ɂ, ͊wV|WE2006, OOwHw, 2006 N 10 27 -- 29

134. Eiichi Nakai, Integral operators on Orlicz-Morrey spaces, ̓Z~i[, ㋳w VLpX, 2006N 9 23

135. ؘa*, qؖΕF, p, ֐̑ϐt[GɂsXL[ۂɂ, {wHGȉ, sw {LpX, 2006N 9 19 -- 22

136. Eiichi Nakai, Singular integral operators on Orlicz-Morrey spaces, The Second International Symposium on BANACH and FUNCTION SPACES 2006, Kyushu Institute of Technology (BHƑw), Tobata Campus, Kitakyushu, Japan, September 14--17, 2006.

137. p, On Orlicz-Morrey spaces, Wuoibnԋyъ֐Ԃ̍\̌v\ ֓g, sw ͌, 2006 N 6 7 -- 9

138. p, A necessary and sufficient condition for the boundedness of the Hardy-Littlewood maximal operator on Orlicz-Morrey spaces, {wN, w, 2006 N 3 26 -- 29

139. p, Orlicz-Morrey spaces and some integral operators, L|eV_Z~i[, LwȊwC808, 2006 N 2 17

140. p, Boundedness of the Hardy-Littlewood maximal operator on Orlicz-Morrey spaces, ͊wV|WE2005, sw, 2005 N 11 11 -- 11 13

141. ycl, p*, cO, t[G}vC[Ɗ֐̍ςɂ镪ɂ, u Banach ƎX̕Ƃ̌𗬁v\ f, sw ͌, 2005 N 10 31 -- 11 2

142. p, ׂϕƂ̈ʉ (_ȉʍu), {wHGȉ, Rw, 2005 N 9 19 -- 22

143. ēc *, ycl, p, cO, (L^p,l^q)ԏِ̓ϕpf, {wHGȉ, Rw, 2005 N 9 19 -- 22

144. ēc *, ycl, p, cO, Amalgamԏِ̓ϕpfɂ, ̓V|WE (JAMS ANNUAL MEETING), wbHw, 2005 N 9 6 -- 7

145. Eiichi Nakai, Construction of an atomic decomposition for functions with compact support, Symposium on harmonic analysis, Beijing Normal University (kt͑w), August 30, 2005

146. Eiichi Nakai, The Hardy-Littlewood maximal function and generalized fractional integrals on Orlicz-Morrey spaces, Symposium on harmonic analysis, Beijing Normal University (kt͑w), August 25, 2005

147. Eiichi Nakai, Generalized fractional integrals on Morrey and Campanato spaces, Symposium on harmonic analysis, Beijing Normal University (kt͑w), August 24, 2005

148. p, Singular and fractional integral operators on function spaces related to Morrey spaces, 14 PDE ͌ (k吔w COE ^) PDE Real Analysis Seminar, ww@ Ȋw, 2005 N 6 15

149. ēc *, ycl, p, cO, Morrey ԁAAmalgam ԏłِ̓ϕpf̗LE, WuoibnԂƊ֐Ԃ̌Ƃ̉pv\ ֓g, sw ͌, 2005 N 6 6 -- 8

150. ycl*, p, cO, Extensions of Figa-Talamanca's multiplier theorem to Banach function spaces, WuoibnԂƊ֐Ԃ̌Ƃ̉pv\ ֓g, sw ͌, 2005 N 6 6 -- 8

151. ycl*, p, cO, An extension and a simple proof of Fig\a-Talamanca's theorem, a̓Z~i[, kww@Ȋw, 2004 N 12 23 -- 25

152. p, ̔Ԃ generalized fractional integrals, [ȊwgsbNX, ww, 2004 N 10 27

153. p, ̔Ԃ generalized fractional integrals, ޗǏqwkb, ޗǏqww, 2004 N 10 13

154. p, Orlicz-Morrey spaces and the Hardy-Littlewood maximal function, {wHGȉ, kCw, 2004 N 9 19 -- 22

155. p*, xc l, c O, Density of $C^{\infty}_{\mathrm{comp}}$ in weighted Sobolev spaces, یWula͂摜͂ƌvZv\ c, sw ی𗬉, 2004 N 7 7 -- 9

156. p, Orlicz-Morrey spaces and integral operators, WuoibnԂ̍\̌Ƃ̉pv\ ֓g, sw ͌, 2004 N 6 16 -- 18

157. p, Orlicz-Morrey spaces and generalized fractional integrals, {wN, }gw, 2004 N 3 28 -- 31

158. p, Fractional integral Hardy-Littlewood-Sobolev ̒藝, ͕׋, ㋳w VLpX, 2004 N 2 14

159. Eiichi Nakai, T|[gLEȃAg̍\I@ (Reconstruction of atomic decomposition for functions with compact support), ͊wV|WE2003, đs ̓m uz[, 2003 N 11 6 -- 9

160. Eiichi Nakai, Generalized fractional integrals on Morrey spaces, International Symposium on Banach and Function Spaces 2003, Kyushu Institute of Technology (BHƑw), Kitakyushu, Japan, October 2|4, 2003.

161. p, On the boundedness of generalized fractional integrals on Morrey-Campanato spaces (with Eridani (Bandung Inst. of Tech.) and H. Gunawan (Bandung Inst. of Tech.) ), {w HGȉ, tw, 2003 N 9 24--27

162. Eiichi Nakai, Fractional integrals and singular integrals on some function spaces, Singular Integrals and Related Topics, The University of Tokyo (w), January 24--26, 2003.

163. p, Tangential boundary behavior of the Poisson integrals of functions in the potential space with the Orlicz norm (with Shigeo Okamoto; {ΗY) Lw Ef̓Z~i[, LwȊwC808, 2002 N 12 6

164. {ΗY*, p, Tangential boundary behavior of the Poisson integrals of functions in the potential space with the Orlicz norm ͊wV|WE 2002, w , 2002 N 11 7 -- 9

165. p, Generalized fractional integrals on Orlicz, Morrey, Campanato and Hardy spaces, }gwE̓Z~i[, }gwRwnD814, 2002 N 10 30

166. {ΗY*, p, Tangential boundary behavior of the Poisson integrals of functions in the potential space with the Orlicz norm {wHGȉ, w, 2002 N 9 25 -- 28

167. Eiichi Nakai, Generalized fractional integrals on Orlicz spaces, Campanato spaces and their preduals, International Congress of Mathematiciansiېw҉cj Beijing, ChinaikAj, August 19--28, 2002.

168. Eiichi Nakai, Hardy Spaces and Generalized Fractional Integrals, Wua͊wƔΔv \ R菹j, sw ͌, 2002 N 7 8 -- 10

169. p, Spaces generated by atoms and generalized fractional integrals, {wN, wx͑Z, 2002 N 3 28 -- 31

170. p, Some function spaces and generalized fractional integrals, a̓Z~i[, CwR΃Z~i[nEX, 2001 N 12 22 -- 24

171. p, Hardy spaces and preduals of Campanato spaces, WuaE͊֐ԂƐpf IIv \ юA, sw ͌, 2001 N 11 20 -- 22

172. p, Generalized fractional integrals on Hardy spaces, ͊wV|WE 2001, CwÓZ, 2001 N 11 8 -- 10

173. p, On generalized fractional integrals on the weak Orlicz spaces, $\BMO_{\phi}$, the Morrey spaces and the Campanato spaces, {wN, cw Hw, 2001 N 3 26 -- 29

174. p, Pointwise multipliers on some function spaces, a̓Z~i[, R GR[ze, 2000 N 12 22--24

175. p, Generalized fractional integrals, ͊wV|WE 2000, Bwۃz[, 2000 N 11 9 -- 11

176. c؎q*, p, Square partial sums of Fourier transform of radial functions in three dimensions, {wHGȉ, swlԊw, 2000 N 9 24 -- 27

177. c؎q*, p, Convergence of the Square Partial Sums of Radial Functions, JAMS ANNUAL MEETING, {w, 2000 N 8 31 -- 9 1

178. Eiichi Nakai, On generalized fractional integrals on the Orlicz spaces and $\BMO_{\phi}$. Conference on Function Spaces, Interpolation Theory, and related topics in honour of Jaak Peetre on his 65th birthday, Lund University, Sweden, August 17--22, 2000.

179. Eiichi Nakai, Generalized fractional integrals Wua͊wƔΔv \ pY, sw ͌, 2000 N 7 10 -- 12

180. p, On generalized fractional integrals, {wN, cwHw, 2000 N 3 27 -- 30

181. Eiichi Nakai, On generalized fractional integrals, International Conference on Mathematical Analysis and its Applications, 2000, National Sun Yat-sen University, Taiwan, R.O.C.(Rw) and I-Shou University, Taiwan, R.O.C.(w), 2000 N 1 17 -- 21

182. p, On generalized fractional integrals, Wu͊֐ԂƂ̏̍pf_v \ rhi, sw͌, 1999 N 11 24 -- 26

183. Eiichi Nakai, On generalized fractional integrals in the Orlicz spaces, The Second Congress ISAAC 1999, Fukuoka Institute of Technology (HƑw), August 16--21, 1999.

184. p, Campanato , Morrey ԏ pointwise multipliers, {wN, w, 1998 N 3 26 -- 3 29

185. p, Campanato , Morrey ԏ pointwise multipliers, WuaE͊֐ԂƐpf (Harmonic/analytic function spaces and linear operators)v, \ юA, sw͌, 1998 N 1 19 -- 1 21

186. p, Homogeneous ^ԏ BMO ƂɊ֘AԂɂ, _E͊wV|WE, w, 1997 N 7 22 -- 24

187. p, Homogeneous ^ԏ Campanato , Morrey Ԃ Hölder , {wN, MBw, 1997 N 4 1 -- 4 4

188. p, Homogeneous ^ԏ Campanato , Morrey Ԃ Hölder ͊wV|WE 1996, 啪wHw, 1996 N 11 1 -- 11 3

189. p, Homogeneous ^ԏ̏dݕt BMO ɂ, WúEa֐Ԃ̍\Ƃ̏̍pf_ (Spaces of analytic and harmonic functions and operator theory)v, \ rhi, sw͌ 1995 N 12 4 -- 12 7

190. p, bmo_{\phi_1} bmo_{\phi_2} ւ pointwise multipliers ̓Z~i[ 1995, woϊw, 1995 N 10 27 -- 10 29

191. p, bmo_{\phi_1} bmo_{\phi_2} ւ pointwise multipliers {wN, ّw, 1995 N 3 27 -- 3 30

192. p*, cO, Pointwise multipliers for functions of weighted bounded mean oscillation on spaces of homogeneous type, {wN, _ˑw, 1994 N 3 31 -- 4 3

193. p*, cO, Pointwise multipliers of BMO_{\phi} on spaces of homogeneous type, a̓Z~i[, R΃Z~i[nEX, 1993 N 12 20 -- 21

194. p, Hardy-Littlewood maximal operator and singular integral operators on generalized Morrey spaces, {wN, cmwHw, 1991 N 4 1 -- 4

195. p, Pointwise multipliers for bmo_w, ̓Z~i[ 1989, ꋴw, 1989 N 11 17 -- 19

196. cO, p*, L^{p,\Phi} ԏِ̓ϕpfɂ, {wN, sw, 1986 N 4 2 -- 5

197. cO, p*, L^{p,\Phi} ԏِ̓ϕɂ, ̓Z~i[ 1985, RwHw, 1985 N 10 31 -- 11 2

198. p, LEϐU̒᎟Ԃւ̐ɂ, {wHGȉ, wHwEw, 1984 N 10 16 -- 19

199. p, LEϐU̒᎟Ԃւ̐ɂ, a̓Z~i[, kwww 207, 1984 N 1 23 -- 24

200. p, cO*, bmo_{\phi}(R^n) pointwise multipliers ɂ, WuɊ֘A (Function algebras and related topics)v, \ ׌珕, sw͌ 1Ku, 1983 N 12 21 -- 23

201. p*, cO, bmo_{\verphi}(R^n) pointwise multipliers ɂ, ̓Z~i[ 1983, c`mwHw 1141ԋ, 1983 N 10 27 -- 29

2014/2/17, 2022/3/27
Eiichi Nakai, Ibaraki University